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show that, if a_n is absolutely convergent then any rearrangement of a_n is also absolutely convergent
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by rearrangement what does it mean?
if we rearrange the term of the series
hmm I dont know how to show that, it is clear that it is true but dont know how to prove it, sorry
please give me some idea
I guess it is because if we change finitely many terms that does not change the convergence. As there are infinitely many terms that tend to something.
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can you tell me the name of book where i can understand it
well not really, search on the net
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